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Note: Search results may be incomplete due to uncomputed quantities: num_forms (558562 objects)

## Results (1-50 of at least 1000)

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Label $A$ $\chi$ $\operatorname{ord}(\chi)$ Dim. Decomp.
1001.1.r $0.500$ $$\chi_{1001}(802, \cdot)$$ $6$ $4$ $$4$$
1001.1.y $0.500$ $$\chi_{1001}(142, \cdot)$$ $6$ $20$ $$2$$+$$2$$+$$8$$+$$8$$
1001.1.bo $0.500$ $$\chi_{1001}(263, \cdot)$$ $6$ $4$ $$4$$
1003.1.b $0.501$ $$\chi_{1003}(1002, \cdot)$$ $2$ $3$ $$1$$+$$2$$
1003.1.f $0.501$ $$\chi_{1003}(353, \cdot)$$ $4$ $6$ $$2$$+$$4$$
1003.1.h $0.501$ $$\chi_{1003}(117, \cdot)$$ $8$ $12$ $$4$$+$$8$$
1004.1.d $0.501$ $$\chi_{1004}(501, \cdot)$$ $2$ $7$ $$1$$+$$6$$
1005.1.p $0.502$ $$\chi_{1005}(29, \cdot)$$ $6$ $8$ $$4$$+$$4$$
1007.1.d $0.503$ $$\chi_{1007}(1006, \cdot)$$ $2$ $14$ $$1$$+$$1$$+$$2$$+$$2$$+$$4$$+$$4$$
1008.1.f $0.503$ $$\chi_{1008}(433, \cdot)$$ $2$ $1$ $$1$$
1008.1.u $0.503$ $$\chi_{1008}(181, \cdot)$$ $4$ $6$ $$2$$+$$2$$+$$2$$
1008.1.y $0.503$ $$\chi_{1008}(251, \cdot)$$ $4$ $8$ $$4$$+$$4$$
1008.1.bw $0.503$ $$\chi_{1008}(655, \cdot)$$ $6$ $4$ $$4$$
1008.1.cd $0.503$ $$\chi_{1008}(415, \cdot)$$ $6$ $4$ $$2$$+$$2$$
1008.1.cg $0.503$ $$\chi_{1008}(145, \cdot)$$ $6$ $2$ $$2$$
1008.1.dc $0.503$ $$\chi_{1008}(305, \cdot)$$ $6$ $4$ $$4$$
1008.1.dd $0.503$ $$\chi_{1008}(79, \cdot)$$ $6$ $4$ $$4$$
1008.1.dt $0.503$ $$\chi_{1008}(163, \cdot)$$ $12$ $8$ $$8$$
1008.1.ed $0.503$ $$\chi_{1008}(53, \cdot)$$ $12$ $8$ $$8$$
1011.1.c $0.505$ $$\chi_{1011}(1010, \cdot)$$ $2$ $5$ $$1$$+$$1$$+$$1$$+$$2$$
1011.1.f $0.505$ $$\chi_{1011}(485, \cdot)$$ $4$ $6$ $$2$$+$$4$$
1011.1.l $0.505$ $$\chi_{1011}(422, \cdot)$$ $8$ $4$ $$4$$
1011.1.q $0.505$ $$\chi_{1011}(329, \cdot)$$ $14$ $6$ $$6$$
1011.1.r $0.505$ $$\chi_{1011}(8, \cdot)$$ $14$ $6$ $$6$$
1011.1.y $0.505$ $$\chi_{1011}(164, \cdot)$$ $28$ $12$ $$12$$
1011.1.bf $0.505$ $$\chi_{1011}(47, \cdot)$$ $56$ $24$ $$24$$
1012.1.r $0.505$ $$\chi_{1012}(197, \cdot)$$ $22$ $20$ $$20$$
1015.1.f $0.507$ $$\chi_{1015}(1014, \cdot)$$ $2$ $6$ $$1$$+$$1$$+$$2$$+$$2$$
1015.1.br $0.507$ $$\chi_{1015}(34, \cdot)$$ $14$ $12$ $$6$$+$$6$$
1015.1.bs $0.507$ $$\chi_{1015}(139, \cdot)$$ $14$ $12$ $$6$$+$$6$$
1016.1.h $0.507$ $$\chi_{1016}(253, \cdot)$$ $2$ $11$ $$1$$+$$2$$+$$4$$+$$4$$
1016.1.k $0.507$ $$\chi_{1016}(19, \cdot)$$ $6$ $4$ $$4$$
1017.1.f $0.508$ $$\chi_{1017}(98, \cdot)$$ $4$ $4$ $$4$$
1019.1.b $0.509$ $$\chi_{1019}(1018, \cdot)$$ $2$ $6$ $$6$$
1020.1.o $0.509$ $$\chi_{1020}(509, \cdot)$$ $2$ $4$ $$4$$
1020.1.cl $0.509$ $$\chi_{1020}(299, \cdot)$$ $16$ $32$ $$16$$+$$16$$
1023.1.g $0.511$ $$\chi_{1023}(1022, \cdot)$$ $2$ $6$ $$1$$+$$1$$+$$2$$+$$2$$
1023.1.u $0.511$ $$\chi_{1023}(626, \cdot)$$ $6$ $4$ $$2$$+$$2$$
1023.1.ba $0.511$ $$\chi_{1023}(263, \cdot)$$ $10$ $8$ $$4$$+$$4$$
1023.1.dk $0.511$ $$\chi_{1023}(65, \cdot)$$ $30$ $16$ $$8$$+$$8$$
1024.1.c $0.511$ $$\chi_{1024}(1023, \cdot)$$ $2$ $2$ $$2$$
1024.1.d $0.511$ $$\chi_{1024}(511, \cdot)$$ $2$ $2$ $$2$$
1024.1.f $0.511$ $$\chi_{1024}(255, \cdot)$$ $4$ $6$ $$2$$+$$2$$+$$2$$
1025.1.f $0.512$ $$\chi_{1025}(32, \cdot)$$ $4$ $2$ $$2$$
1025.1.i $0.512$ $$\chi_{1025}(132, \cdot)$$ $4$ $2$ $$2$$
1027.1.b $0.513$ $$\chi_{1027}(1026, \cdot)$$ $2$ $5$ $$1$$+$$4$$
1027.1.o $0.513$ $$\chi_{1027}(315, \cdot)$$ $6$ $10$ $$2$$+$$8$$
1027.1.s $0.513$ $$\chi_{1027}(394, \cdot)$$ $6$ $10$ $$2$$+$$8$$
1027.1.u $0.513$ $$\chi_{1027}(103, \cdot)$$ $6$ $2$ $$2$$
1027.1.x $0.513$ $$\chi_{1027}(213, \cdot)$$ $12$ $4$ $$4$$
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